Publisher:

Dover Publications

Number of Pages:

640

Price:

80.00

ISBN:

0486441407

Date Received:

Friday, August 25, 2006

Reviewable:

Yes

Publication Date:

2005

Format:

Hardcover

Audience:

Category:

Textbook

BLL Committee

08/26/2010

Introduction

I. General Properties of Polynomials

II. General Properties of Equations

III. Relations Between the Roots and Coefficients of Equations, with Applications to Symmetric Functions of the Roots

IV. Transformation of Equations

V. Solution of Reciprocal and Binomial Equations

VI. Algebraic Solution of the Cubic and Biqudaratic

VII. Properties of the Derived Functions

VIII. Symmetric Functions of the Roots

IX. Limits of the Roots of Equations

X. Separation of the Roots of Equations

IX. Solution of Numerical Equations

XII. Complex Numbers and the Complex Variable

Notes

XIII. Determinants

XIC. Elimination

XV. Calculation of Symmetric Functions-Seminvariants and Semicovariants

XVI. Covariants and Invariants

XVII. Covariants and Invariants of the Quadratic, Cubic, and Quartic

XVIII. Covariants and Invariants of Combined Forms

XIX. Transformations

XX. Theory of Substitutions and Groups

Notes

I. General Properties of Polynomials

II. General Properties of Equations

III. Relations Between the Roots and Coefficients of Equations, with Applications to Symmetric Functions of the Roots

IV. Transformation of Equations

V. Solution of Reciprocal and Binomial Equations

VI. Algebraic Solution of the Cubic and Biqudaratic

VII. Properties of the Derived Functions

VIII. Symmetric Functions of the Roots

IX. Limits of the Roots of Equations

X. Separation of the Roots of Equations

IX. Solution of Numerical Equations

XII. Complex Numbers and the Complex Variable

Notes

XIII. Determinants

XIC. Elimination

XV. Calculation of Symmetric Functions-Seminvariants and Semicovariants

XVI. Covariants and Invariants

XVII. Covariants and Invariants of the Quadratic, Cubic, and Quartic

XVIII. Covariants and Invariants of Combined Forms

XIX. Transformations

XX. Theory of Substitutions and Groups

Notes

Publish Book:

Modify Date:

Thursday, August 26, 2010

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